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	<title>Trading &#8211; Clan Colombia</title>
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		<title>Crypto and Stock Investing App Buy, Sell &#038; Earn</title>
		<link>http://clan-colombia.com/crypto-and-stock-investing-app-buy-sell-earn-12/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 03 Mar 2026 23:30:42 +0000</pubDate>
				<category><![CDATA[Trading]]></category>
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					<description><![CDATA[Our prices are calculated using an average price formula based on available trading pairs across multiple exchanges. We also have algorithms to detect and exclude anomalous tickers from our prices. Speculate on the price movements of popular Cryptocurrencies with high leverage and advanced technical indicators. With Bitso you can invest in more than 5,000 international stocks and ETFs, all in one place. Invest in more than 5000 global stocks and ETFs together with your favorite crypto, anywhere. Is bitcoin&#8217;s price volatility an investing opportunity? Here&#8217;s how to buy bitcoin. You usually can’t reference clean fundamentals that explain day-to-day price action. In the U.S., the IRS generally treats crypto as property. That means selling crypto, trading one coin for another, or using crypto to buy something can all create taxable events. Trade crypto 24/7 When it comes to investing, rules beat vibes almost every time. Alt coins are all other cryptocurrencies&#8230;
 <p> <a class="more-link" href="http://clan-colombia.com/crypto-and-stock-investing-app-buy-sell-earn-12/">Leer más</a></p>]]></description>
										<content:encoded><![CDATA[<p>Our prices are calculated using an average price formula based on available trading pairs across multiple exchanges. We also have algorithms to detect and exclude anomalous tickers from our prices. Speculate on the price movements of popular Cryptocurrencies with high leverage and advanced technical indicators. With Bitso you can invest in more than 5,000 international stocks and ETFs, all in one place. Invest in more than 5000 global stocks and ETFs together with your favorite crypto, anywhere.</p>
<h2>Is bitcoin&#8217;s price volatility an investing opportunity? Here&#8217;s how to buy bitcoin.</h2>
<p>You usually can’t reference clean fundamentals that explain day-to-day price action. In the U.S., the IRS generally treats crypto as property. That means selling crypto, trading one coin for another, or using crypto to buy something can all create taxable events.</p>
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" width="307px" alt="crypto trading"/></p>
<h3>Trade crypto 24/7</h3>
<p>When it comes to investing, rules beat vibes almost every time. Alt coins are all other cryptocurrencies other than Bitcoin and Ethereum. Major coins Bitcoin and Ethereum are the most recognised digital coins whose movements have significant impact on the crypto landscape. Download the app, find your favorite crypto, and start building your portfolio.</p>
<p>Structured products and fixed income products such as bonds are complex products that are riskier and not suitable for all investors. Before trading, please read the Risk Warning and Disclosure Statement. While cryptocurrency can be rewarding, it also  comes with serious risks.</p>
<h3>Most Read</h3>
<p>Coins are native currencies <a href="https://www.deviantart.com/retmand-walneks/journal/Retmand-Walneks-Review-2026-1324721057">retmand walneks</a> to the blockchain, while tokens are cryptos built on the blockchain. Stablecoins are altcoins whose value is pegged to assets like fiat currencies and commodities. Another example is governance tokens, which let you vote for the Web3 project’s future.</p>
<ul>
<li>In this guide, you’ll learn how crypto works, how to choose where to trade, and how to manage risk in a market that never sleeps.</li>
<li>What started with bitcoin (BTC-USD) is now a sprawling market of thousands of digital assets worth over $2 trillion.</li>
<li>Options involve risk and are not suitable for all investors.</li>
<li>It’s used to determine the valuation of a cryptocurrency based on the total money invested, not just the price.</li>
</ul>
<p>Futures trading permission is needed to trade futures/future options cryptocurrency products. From exchanges to cold storage, learn practical ways to safeguard your crypto, <a href="https://retmand-walneks.com/">https://retmand-walneks.com/</a> secure your accounts, and avoid costly mistakes. Unlike stocks, cryptocurrencies don’t represent ownership in a company that releases&nbsp; earnings reports or has a P/E ratio you can calculate.</p>
<p>After purchasing your cryptocurrency, you could store it by keeping it on the exchange used to purchase it or transfer it to a crypto wallet. Hedge against or gain exposure to market volatility <a href="https://westrise-corebit.co/retmand-walneks/">retmand walneks reviews</a> in Bitcoin, Ether or Solana. IBKR Lite commissions are $0 on US listed ETPs, with no  account minimums and no inactivity fees. Offerings and account features are subject to account eligibility. Crypto clarity, delivered right to your inbox each month.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>The Basics about Cryptocurrency CTS</title>
		<link>http://clan-colombia.com/the-basics-about-cryptocurrency-cts-2/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 03 Mar 2026 19:53:51 +0000</pubDate>
				<category><![CDATA[Trading]]></category>
		<guid isPermaLink="false">https://clan-colombia.com/?p=68941</guid>

					<description><![CDATA[Broker OTC platforms may occasionally also offer customized services and market insights to help clients make informed trading decisions. Unlike exchanges where prices fluctuate based on market supply and demand, OTC trades involve direct negotiations between buyers and sellers. Traders can set a price for their order, or negotiate so that the trade suits both parties, with the aim of reducing slippage and minimized market impact. In some cases, OTC traders may use advanced mechanisms like smart contracts for automated and more secure transactions. Start your crypto journey in as little as 5 minutes when you choose Coinsquare to buy your first Bitcoin. If you&#8217;re new to cryptocurrency or just need to convert fiat currency into crypto, you&#8217;ll likely use a centralized exchange. You must report ordinary income from virtual currency on Form 1040, U.S. Individual Tax Return, Form 1040-SS, Form 1040-NR, or Form 1040, Schedule 1, Additional Income and&#8230;
 <p> <a class="more-link" href="http://clan-colombia.com/the-basics-about-cryptocurrency-cts-2/">Leer más</a></p>]]></description>
										<content:encoded><![CDATA[<p>Broker  OTC platforms may occasionally also offer customized services and market insights to help clients make informed trading decisions. Unlike exchanges where prices fluctuate based on market supply and demand, OTC trades involve direct negotiations between buyers and sellers. Traders can set a price for their order, or negotiate so that the trade suits both parties, with the aim of reducing slippage and minimized market impact. In some cases, OTC traders may use advanced mechanisms like smart contracts for automated and more secure transactions.</p>
<p><iframe width="560" height="315" src="https://www.youtube.com/embed/Gov-RxLro-s?si=GtdrJ-TrFa-VUuMu" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" referrerpolicy="strict-origin-when-cross-origin" allowfullscreen></iframe></p>
<h2>Start your crypto journey in as little as 5 minutes when you choose Coinsquare to buy your first Bitcoin.</h2>
<p>If you&#8217;re new to cryptocurrency or just need to convert fiat currency into crypto, you&#8217;ll likely use a centralized exchange. You must report ordinary income from virtual currency on Form 1040, U.S. Individual Tax Return, Form 1040-SS, Form 1040-NR, or Form 1040,  Schedule 1, Additional Income and Adjustments to Income PDF, as applicable. A charitable organization can assist a donor by providing the contemporaneous written acknowledgment that the donor must obtain if claiming a deduction of $250 or more for the virtual currency donation.</p>
<h3>Strategy buys 34,164 bitcoin for $2.54 billion, third-largest purchase on record</h3>
<p>When cryptocurrencies are bought and sold, the transactions are added to the blockchain – a shared digital ledger that records data – through a process called ‘mining’. Generally, you can store crypto with the exchange where you bought it. Most —&nbsp;though not all —&nbsp;exchanges also let you move the digital assets you buy to your own crypto wallet. If that&#8217;s important to you, be sure to select an exchange that supports it. Robinhood brings its no-fee ethos to cryptocurrency trading, but currently offers fewer cryptocurrencies compared to pure-play crypto platforms.</p>
<p>Remember that, when trading CFDs, each contract will specify an amount per point of market movement. If the CFD is for $10 per point, and the underlying cryptocurrency price moves <a href="https://bramridge-trust.ca/">bramridge trust canada</a> 10 points, your profit or loss – excluding costs – will be $100 per contract. Hands-on testing of platforms where possible, including the account funding and trading processes. If you donate virtual currency to a charitable organization described in Internal Revenue Code Section 170(c), you will not recognize income, gain, or loss from the donation. For more information on charitable contributions, see Publication 526, Charitable Contributions.</p>
<p>In defense, I will say that the degree of security here is simply at its height, I have not yet found the best alternatives for myself. Margex is a true refreshment in the crypto derivatives space. The platform offers low fees, high leverage and security standards. Explore digital assets and Web3 products with Ndax&#8217;s institutional solutions, allowing you to integrate digital assets into your product offering seamlessly. Ndax&#8217;s Treasury Service provides businesses a secure environment for managing cryptocurrencies, offering custody, trading, and staking within a robust security framework.</p>
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" width="302px" alt="crypto trading"/></p>
<h2>Bitcoin halving</h2>
<p>Cryptocurrencies are increasingly popular alternatives for online payments. Micro Bitcoin (MBT), Micro Ether (MET) and Micro Solana futures (MSL) provide an efficient, cost effective way to fine tune cryptocurrency exposure and enhance your trading strategies. Enjoy the features of Bitcoin (BTC), Ether (ETH) and Solana (SOL) futures in a smaller slice that gives active traders more choices for managing bitcoin price risk. Because CFDs are leveraged, you can open a position by outlaying an initial amount that’s only a fraction of your total exposure to the market. This, however, also amplifies your risk as losses can accrue rapidly – especially in markets as volatile and unpredictable as cryptocurrencies. You should always ask yourself whether you can afford the risk of monetary loss, and if so, how much?</p>
<ul>
<li>If you held the virtual currency for one year or less before selling or exchanging the virtual currency, then you will have a short-term capital gain or loss.</li>
<li>Empower your business with Ndax&#8217;s plug-and-play white-label trading platform, providing comprehensive solutions for acquiring cryptocurrency.</li>
<li>We provide the most comprehensive and most accurate data for thousands of cryptocurrencies including Bitcoin &#038; Ethereum, and thousands of NFT collections.</li>
<li>While market cap is important, it’s only one of many factors to consider when investing in a coin.</li>
</ul>
<p>Investors who already use Fidelity and want to gain some exposure to three cryptocurrencies — Bitcoin, Ethereum and Litecoin — will find Fidelity Crypto to be a good choice. In 2025, Fidelity Crypto gave users the ability to send and receive cryptocurrencies, too. This is a big improvement, making the platform more competitive with <a href="https://zigzag.finance/reviews/bramridge-trust/">Bramridge Trust Review</a> other traditional brokers that offer cryptocurrencies. For casual investors, Gemini offers a trading platform that’s easy for beginners, but a confusing fee structure that’s higher than some cryptocurrency exchanges. Your basis in virtual currency received as a bona fide gift differs depending on whether you will have a gain or a loss when you sell or dispose of it. For purposes of determining whether you have a gain, your basis is equal to the donor’s basis, plus any gift tax the donor paid on the gift.</p>
<p>The Internal Revenue Code and regulations require taxpayers to maintain records that are sufficient to establish the positions taken on tax returns. You should therefore maintain, for example, records documenting receipts, sales, exchanges, or other dispositions of virtual currency and the fair market value of the virtual currency. Your holding period in virtual currency received as a gift includes the time that the virtual currency was held by the person from whom you received the gift. However, if you do not have documentation substantiating that person’s holding period, then your holding period begins the day after you receive the gift. For more information on holding periods, see Publication 544, Sales and Other Dispositions of Assets. A hard fork occurs when a cryptocurrency undergoes a protocol change resulting in a permanent diversion from the legacy distributed ledger.</p>
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		<title>ビットマイン、イーサリアム保有数487万ETHに。2月期決算の評価損は37 7億ドル計上（あたらしい経済） Yahoo!ニュース</title>
		<link>http://clan-colombia.com/487eth237-7-yahoo-3/</link>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 27 Feb 2026 00:14:52 +0000</pubDate>
				<category><![CDATA[Trading]]></category>
		<guid isPermaLink="false">https://clan-colombia.com/?p=63413</guid>

					<description><![CDATA[画面にお客さま専用の振込先情報が表示されますので、ご入金のお手続きを行なってください。 「振込入金」は各種金融機関の口座から振込をすることで、GMOコインのお客さま口座へ入金ができるサービスです。 振込先の口座は「GMOあおぞらネット銀行」と「楽天銀行」の2行から、任意の口座をご指定いただけます。 即時のテストは、ETHが日足で2,400ドルゾーンを突破し、そこに留まることができるかどうかです。 3月中旬の以前のブレイクアウト試みは、このエリアに接触した際にすぐに失速しました。 しかし、もし確認されたブレイクアウトが発生し、それを維持できれば、2,800ドルの抵抗ゾーンへの道が開かれます。 タグ: ETH Global Tokyo これにより、同社の損益はETH価格の変動に大きく依存する構造となっている。 さらに同社は、ETHの取得について、ビットゴー（BitGo）やギャラクシー・デジタル（Galaxy Digital）などのOTCデスクを通じて実施していると説明している。 これにより、市場価格への影響を抑えつつ大規模な取得を進めているとみられる。 資金面では、ATM（At-The-Market）プログラムなどを通じた株式発行により、約100億ドル（約1.58兆円）規模の資金調達を実施している。 さらに、これまで経済的に成立しなかった新しいユースケースが発現し、総ガス需要が増えるシナリオも考えられます。 この経路が成立すれば、単価低下を補って余りある量の増加がburnを押し上げます。 日足チャートにおいて注目すべき展開があり、ETHは長期的な下降チャネルの上限と100日移動平均線を上回っています。 これらの2つのレベルは過去6ヶ月間、価格動向を制限してきました。 【②現物ETF承認による「資産クラス化」】 表示された金融機関の中から利用する金融機関を選択します。 今回は例として「みずほ銀行」からの入金方法をご紹介します。 【1点目 本人確認書類を選択】の画面が表示されましたら、提出する本人確認書類を選択し、画面の指示に従って本人確認書類の画像をアップロードします。 ②「画像アップロード」「画像アップロード」は、以下10点の本人確認書類のうちいずれか2点を事前に用意する必要があります。 イーサリアム(Ethereum/ETH)の概要 2024年3月のDencun（EIP-4844）アップグレードは、L2トランザクションコストを劇的に下げることに成功しました。 ところがその直後、イーサリアム（ETH）はデフレからインフレへ転換しました。 L2活動の増加がL1へのガス支払いと切り離されたことで、EIP-1559のburn（バーン）メカニズムが弱まったためです。 2024年Q2のburn量はQ1比で約67%減少し、イーサリアム（ETH）供給は増加に転じました。 「イーサリアムが進化するほどETHが売られる」という逆説的な状況が生まれました。 ジバネックス この経緯を踏まえると、現在進行中のL1 zkEVM統合に対しても同じ問いを立てる必要があります。 なお、振込入金で発生する振込手数料はお客さま負担となりますので、ご注意ください。 「らくらくちょコイン」は、暗号資産をすでに保有し、長期保有を前提に活用したい個人および法人を主な対象とした暗号資産 レンディングサービスです。 お客様が保有する暗号資産を本サービスに預け入れることで、預け入れ期間に応じた貸借料（利息）を受け取ることができます。 L1自体の処理能力を引き上げるこの変化は、イーサリアム（ETH）の経済モデルをどう変えるのか。 https://westrise-corebit.co/ 本レポートでは、投資家を想定し、イーサリアム（ETH）のzkEVM統合に向けたロードマップと、そこからもたらされるイーサリアム（ETH）価格への影響を考察します。 以上で「取引所（現物取引）」の指値を利用したイーサリアム（ETH）の注文は完了です。 以上で「取引所（現物取引）」の成行を利用した、イーサリアム（ETH）の注文は完了です。 以上で「取引所（現物取引）」の成行を利用した、イーサリアム（ETH）の注文は完了です。 中期チャートに弱気フラッグが形成される可能性は下落リスクをもたらし、流動性が２３２５ドルを下回れば、本格的な回復が起こる前に一連のストップオーダーが連鎖的に出される可能性がある。 さらに同社は、ETHの取得について、ビットゴー（BitGo）やギャラクシー・デジタル（Galaxy Digital）などのOTCデスクを通じて実施していると説明している。 強気派は積極的に守り、２５００ドルのオーバーヘッド抵抗が回復の試みを制限し続けているため、私たちの予測は中立的な領域に入った。 ところがその直後、イーサリアム（ETH）はデフレからインフレへ転換しました。 イーサリアム（ETH）を購入したいと考えている人のなかには、何から始めればいいのかわからない人もいるでしょう。 イーサリアム価格分析：数ヶ月で最も建設的な上昇の後、ETHの次は？ ETHは昨日、2,400ドルの抵抗ゾーンを突破しようとしました。 この動きは当初、クリーンなブレイクアウトのように見えましたが、RSIが過買い領域に達した後、すぐに反転し、よくテストされた供給エリアからの別の偽の強気ブレイクアウトのように見えるものを印刷しました。 その後、資産は約2,300ドルに戻り、抵抗バンドのすぐ下に位置しています。 jibanex これは最近数ヶ月で、ETHが過買いRSIでこのゾーンに触れ、そこに留まれなかった2回目の事例です。 しかし、このサイクルの中での失敗したブレイクアウトの歴史から、現在の動きは完全な確信よりも慎重な楽観主義で扱うべきです。 ０００２８１３ドルで４７０万ドル以上を調達しており、６． ６％のステーキングＡＰＹがホルダーに提供され、ホルダー限定の取引コンペティションとリーダーボード報酬が用意されている。]]></description>
										<content:encoded><![CDATA[<p>画面にお客さま専用の振込先情報が表示されますので、ご入金のお手続きを行なってください。 「振込入金」は各種金融機関の口座から振込をすることで、GMOコインのお客さま口座へ入金ができるサービスです。 振込先の口座は「GMOあおぞらネット銀行」と「楽天銀行」の2行から、任意の口座をご指定いただけます。</p>
<p><iframe width="560" height="315" src="https://www.youtube.com/embed/53RuEemb-zs?si=VSbjQKm93GGvFVIV" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" referrerpolicy="strict-origin-when-cross-origin" allowfullscreen></iframe></p>
<p>即時のテストは、ETHが日足で2,400ドルゾーンを突破し、そこに留まることができるかどうかです。 3月中旬の以前のブレイクアウト試みは、このエリアに接触した際にすぐに失速しました。  しかし、もし確認されたブレイクアウトが発生し、それを維持できれば、2,800ドルの抵抗ゾーンへの道が開かれます。</p>
<h2>タグ: ETH Global Tokyo</h2>
<p>これにより、同社の損益はETH価格の変動に大きく依存する構造となっている。 さらに同社は、ETHの取得について、ビットゴー（BitGo）やギャラクシー・デジタル（Galaxy Digital）などのOTCデスクを通じて実施していると説明している。 これにより、市場価格への影響を抑えつつ大規模な取得を進めているとみられる。 資金面では、ATM（At-The-Market）プログラムなどを通じた株式発行により、約100億ドル（約1.58兆円）規模の資金調達を実施している。</p>
<p>さらに、これまで経済的に成立しなかった新しいユースケースが発現し、総ガス需要が増えるシナリオも考えられます。 この経路が成立すれば、単価低下を補って余りある量の増加がburnを押し上げます。 日足チャートにおいて注目すべき展開があり、ETHは長期的な下降チャネルの上限と100日移動平均線を上回っています。 これらの2つのレベルは過去6ヶ月間、価格動向を制限してきました。</p>
<h3>【②現物ETF承認による「資産クラス化」】</h3>
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" width="305px" alt="eth"/></p>
<p>表示された金融機関の中から利用する金融機関を選択します。 今回は例として「みずほ銀行」からの入金方法をご紹介します。 【1点目 本人確認書類を選択】の画面が表示されましたら、提出する本人確認書類を選択し、画面の指示に従って本人確認書類の画像をアップロードします。 ②「画像アップロード」「画像アップロード」は、以下10点の本人確認書類のうちいずれか2点を事前に用意する必要があります。</p>
<h2>イーサリアム(Ethereum/ETH)の概要</h2>
<p>2024年3月のDencun（EIP-4844）アップグレードは、L2トランザクションコストを劇的に下げることに成功しました。 ところがその直後、イーサリアム（ETH）はデフレからインフレへ転換しました。 L2活動の増加がL1へのガス支払いと切り離されたことで、EIP-1559のburn（バーン）メカニズムが弱まったためです。 2024年Q2のburn量はQ1比で約67%減少し、イーサリアム（ETH）供給は増加に転じました。 「イーサリアムが進化するほどETHが売られる」という逆説的な状況が生まれました。 <a href="https://westrise-corebit.co/jibanex/">ジバネックス</a> この経緯を踏まえると、現在進行中のL1 zkEVM統合に対しても同じ問いを立てる必要があります。</p>
<p>なお、振込入金で発生する振込手数料はお客さま負担となりますので、ご注意ください。 「らくらくちょコイン」は、暗号資産をすでに保有し、長期保有を前提に活用したい個人および法人を主な対象とした暗号資産 レンディングサービスです。 お客様が保有する暗号資産を本サービスに預け入れることで、預け入れ期間に応じた貸借料（利息）を受け取ることができます。</p>
<p>L1自体の処理能力を引き上げるこの変化は、イーサリアム（ETH）の経済モデルをどう変えるのか。 <a href="https://westrise-corebit.co/">https://westrise-corebit.co/</a> 本レポートでは、投資家を想定し、イーサリアム（ETH）のzkEVM統合に向けたロードマップと、そこからもたらされるイーサリアム（ETH）価格への影響を考察します。 以上で「取引所（現物取引）」の指値を利用したイーサリアム（ETH）の注文は完了です。 以上で「取引所（現物取引）」の成行を利用した、イーサリアム（ETH）の注文は完了です。</p>
<ul>
<li>以上で「取引所（現物取引）」の成行を利用した、イーサリアム（ETH）の注文は完了です。</li>
<li>中期チャートに弱気フラッグが形成される可能性は下落リスクをもたらし、流動性が２３２５ドルを下回れば、本格的な回復が起こる前に一連のストップオーダーが連鎖的に出される可能性がある。</li>
<li>さらに同社は、ETHの取得について、ビットゴー（BitGo）やギャラクシー・デジタル（Galaxy Digital）などのOTCデスクを通じて実施していると説明している。</li>
<li>強気派は積極的に守り、２５００ドルのオーバーヘッド抵抗が回復の試みを制限し続けているため、私たちの予測は中立的な領域に入った。</li>
<li>ところがその直後、イーサリアム（ETH）はデフレからインフレへ転換しました。</li>
<li>イーサリアム（ETH）を購入したいと考えている人のなかには、何から始めればいいのかわからない人もいるでしょう。</li>
</ul>
<h3>イーサリアム価格分析：数ヶ月で最も建設的な上昇の後、ETHの次は？</h3>
<p>ETHは昨日、2,400ドルの抵抗ゾーンを突破しようとしました。 この動きは当初、クリーンなブレイクアウトのように見えましたが、RSIが過買い領域に達した後、すぐに反転し、よくテストされた供給エリアからの別の偽の強気ブレイクアウトのように見えるものを印刷しました。 その後、資産は約2,300ドルに戻り、抵抗バンドのすぐ下に位置しています。  <a href="https://socalinvestorconference.com/ja/investment/jibanex/">jibanex</a> これは最近数ヶ月で、ETHが過買いRSIでこのゾーンに触れ、そこに留まれなかった2回目の事例です。</p>
<p>しかし、このサイクルの中での失敗したブレイクアウトの歴史から、現在の動きは完全な確信よりも慎重な楽観主義で扱うべきです。 ０００２８１３ドルで４７０万ドル以上を調達しており、６． ６％のステーキングＡＰＹがホルダーに提供され、ホルダー限定の取引コンペティションとリーダーボード報酬が用意されている。</p>
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